This table is an extract from the PRP Top 10000. It gives the submitted PRPs during the last 2 months.
|
Rank
|
Probable prime
|
Digits (> 50000)
|
Who? |
When?
|
| 61 | 200026^126791+126791^200026 | 1020751 | Ryan Propper | 09/2023 |
| 62 | 200068^125561+125561^200068 | 1020118 | Ryan Propper | 09/2023 |
| 100 | 197180^119151+119151^197180 | 1000905 | Hans Havermann | 08/2023 |
| 101 | 202818^85523+85523^202818 | 1000316 | Gabor Levai | 08/2023 |
| 143 | (8^854149-3^854149)/5 | 771373 | Jon Grantham | 08/2023 |
| 149 | (7^846913-2^846913)/5 | 715724 | Jon Grantham | 08/2023 |
| 156 | (7^817519-3^817519)/4 | 690884 | Jon Grantham | 08/2023 |
| 178 | 2^2114495+20753 | 636527 | Enzo Doria | 08/2023 |
| 191 | (7^720497-2^720497)/5 | 608890 | Jon Grantham | 08/2023 |
| 195 | (5^866029-3^866029)/2 | 605328 | Jon Grantham | 08/2023 |
| 206 | (5^832151-2^832151)/3 | 581649 | Jon Grantham | 08/2023 |
| 220 | (5^795829-2^795829)/3 | 556261 | Jon Grantham | 08/2023 |
| 228 | (7^636043-5^636043)/2 | 537519 | Jon Grantham | 08/2023 |
| 239 | 5^744171-3^744171-1 | 520154 | Jon Grantham | 08/2023 |
| 242 | (7^608347-5^608347)/2 | 514113 | Jon Grantham | 08/2023 |
| 246 | 101876^99207+99207^101876 | 509028 | Gabor Levai | 08/2023 |
| 247 | 105196^67205+67205^105196 | 507824 | Miklos Levai | 09/2023 |
| 249 | 105154^66373+66373^105154 | 507052 | Miklos Levai | 09/2023 |
| 255 | 105273^60238+60238^105273 | 503192 | Miklos Levai | 09/2023 |
| 262 | 2^1666440+212671 | 501649 | Enzo Doria | 09/2023 |
| 276 | 2^1650267+193743 | 496780 | Stefano Morozzi | 09/2023 |
| 281 | 2^1631030+73519 | 490989 | Enzo Doria | 08/2023 |
| 299 | 2^1569708+20371 | 472530 | Enzo Doria | 09/2023 |
| 307 | 2^1534770+20809 | 462012 | Enzo Doria | 08/2023 |
| 309 | (5^656657-2^656657)/3 | 458984 | Jon Grantham | 08/2023 |
| 321 | 2^1485203+71663 | 447091 | Enzo Doria | 09/2023 |
| 326 | 2^1473184+212671 | 443473 | Enzo Doria | 09/2023 |
| 327 | 2^1466432+20371 | 441441 | Enzo Doria | 08/2023 |
| 330 | 3^919094+5*2^919094 | 438520 | Jon Grantham | 08/2023 |
| 332 | 2^1448122+74209 | 435929 | Enzo Doria | 08/2023 |
| 333 | 2^1446263+74333 | 435369 | Enzo Doria | 08/2023 |
| 341 | (7^508867-2^508867)/5 | 430042 | Jon Grantham | 08/2023 |
| 351 | 1+3^605376+5^605376 | 423140 | Jon Grantham | 08/2023 |
| 360 | 2^1393111+1867211 | 419369 | Enzo Doria | 09/2023 |
| 385 | 2^1320057+211517 | 397377 | Enzo Doria | 08/2023 |
| 407 | (7^457871-5^457871)/2 | 386946 | Jon Grantham | 08/2023 |
| 415 | 2^1276977+71657 | 384409 | Enzo Doria | 08/2023 |
| 419 | 5*3^798534-2^798534 | 380999 | Jon Grantham | 08/2023 |
| 424 | 2^1257728+20851 | 378614 | Enzo Doria | 08/2023 |
| 428 | (10^376417-3^376417)/7 | 376417 | Jon Grantham | 08/2023 |
| 434 | 2^1234119+21803 | 371507 | Enzo Doria | 09/2023 |
| 438 | 5*3^771723-2^771723 | 368207 | Jon Grantham | 08/2023 |
| 448 | 2^1208276+22201 | 363728 | Enzo Doria | 09/2023 |
| 506 | 3^753451+5*2^753451 | 359488 | Jon Grantham | 08/2023 |
| 513 | 2^1184565+21227 | 356590 | Enzo Doria | 08/2023 |
| 522 | 5*3^737931-2^737931 | 352084 | Jon Grantham | 08/2023 |
| 526 | 2^1163972+20971 | 350391 | Enzo Doria | 08/2023 |
| 532 | 2^1155085+213377 | 347716 | Enzo Doria | 09/2023 |
| 555 | 5*3^701688+2^701688 | 334791 | Jon Grantham | 08/2023 |
| 578 | 3^679017-5*2^679017 | 323974 | Jon Grantham | 08/2023 |
| 599 | 11^303909+2 | 316489 | Paul Bourdelais | 08/2023 |
| 607 | (8^347437-5^347437)/3 | 313767 | Jon Grantham | 08/2023 |
| 613 | 2^1038545+71657 | 312634 | Enzo Doria | 08/2023 |
| 628 | 2^1026204+22741 | 308919 | Enzo Doria | 09/2023 |
| 630 | 2^1025108+20851 | 308589 | Enzo Doria | 08/2023 |
| 699 | 2^999999+77151 | 301030 | Norman Luhn | 09/2023 |
| 738 | (7^353501-3^353501)/4 | 298743 | Jon Grantham | 08/2023 |
| 749 | 2^984650+21529 | 296410 | Enzo Doria | 08/2023 |
| 757 | 8*10^295160-13 | 295161 | Robert Price | 08/2023 |
| 777 | (13*10^291721-43)/3 | 291722 | Robert Price | 08/2023 |
| 787 | (7^341063-2^341063)/5 | 288231 | Jon Grantham | 08/2023 |
| 798 | 2^953488+22411 | 287029 | Enzo Doria | 09/2023 |
| 800 | 5*3^601336-2^601336 | 286911 | Jon Grantham | 08/2023 |
| 814 | 2^941469+39 | 283411 | Jon Grantham | 08/2023 |
| 836 | 2^929329+22697 | 279756 | Enzo Doria | 09/2023 |
| 882 | 2^907059+211193 | 273052 | Enzo Doria | 08/2023 |
| 896 | 2^899999+1144031 | 270927 | Norman Luhn | 09/2023 |
| 914 | 2^892234+22189 | 268590 | Enzo Doria | 09/2023 |
| 927 | 7*10^266024-47 | 266025 | Robert Price | 08/2023 |
| 932 | 10^265566+3593037 | 265567 | Paul Bourdelais | 08/2023 |
| 942 | 5^377865+3^377865-1 | 264117 | Jon Grantham | 08/2023 |
| 943 | (19*10^263971+131)/3 | 263972 | Robert Price | 08/2023 |
| 956 | 2^873497+20837 | 262949 | Enzo Doria | 08/2023 |
| 993 | (13*10^258710-43)/3 | 258711 | Robert Price | 08/2023 |
| 997 | (23*10^258494-47)/3 | 258495 | Robert Price | 09/2023 |
| 1003 | (5*10^257431+91)/3 | 257432 | Robert Price | 08/2023 |
| 1019 | 2*10^255442-21 | 255443 | Robert Price | 08/2023 |
| 1034 | 2*10^254162+69 | 254163 | Robert Price | 08/2023 |
| 1077 | 2^827306+212419 | 249044 | Enzo Doria | 09/2023 |
| 1087 | (13*10^247793-43)/3 | 247794 | Robert Price | 08/2023 |
| 1092 | 2^820356+7 | 246952 | Jon Grantham | 08/2023 |
| 1100 | 5*3^514648+2^514648 | 245551 | Jon Grantham | 08/2023 |
| 1118 | 2^806708+20371 | 242844 | Enzo Doria | 08/2023 |
| 1133 | 2^799999+16205 | 240824 | Norman Luhn | 09/2023 |
| 1158 | 10^237670+9 | 237671 | Robert Price | 08/2023 |
| 1180 | 2^780284+7 | 234889 | Jon Grantham | 08/2023 |
| 1184 | 2^778788+22201 | 234439 | Enzo Doria | 09/2023 |
| 1187 | (5*10^234054-101)/3 | 234055 | Robert Price | 08/2023 |
| 1190 | 5^334359-3^334359-1 | 233707 | Jon Grantham | 08/2023 |
| 1210 | 2^770623+212543 | 231981 | Enzo Doria | 09/2023 |
| 1213 | 7^274120-2 | 231659 | Paul Bourdelais | 08/2023 |
| 1216 | 2^768205+22217 | 231253 | Enzo Doria | 09/2023 |
| 1219 | 8*10^230921-13 | 230922 | Robert Price | 08/2023 |
| 1231 | 2^762659+212633 | 229584 | Enzo Doria | 09/2023 |
| 1234 | 5*3^479067-2^479067 | 228574 | Jon Grantham | 08/2023 |
| 1250 | 2^754138+213289 | 227019 | Enzo Doria | 09/2023 |
| 1280 | 3^467546-5*2^467546 | 223077 | Jon Grantham | 08/2023 |
| 1309 | (5*10^219847-101)/3 | 219848 | Robert Price | 08/2023 |
| 1342 | 10^215802+33 | 215803 | Robert Price | 08/2023 |
| 1345 | (13*10^215592-43)/3 | 215593 | Robert Price | 08/2023 |
| 1357 | (713^74897-1)/712 | 213685 | Jinyuan Wang | 08/2023 |
| 1394 | 2^699999+300729 | 210721 | Norman Luhn | 09/2023 |
| 1395 | (238*10^210712-1)/3 | 210714 | Robert Price | 09/2023 |
| 1404 | (238*10^209715-1)/3 | 209717 | Robert Price | 09/2023 |
| 1411 | fibonacci(999790)-4 | 208944 | Jon Grantham | 08/2023 |
| 1428 | 3*10^206927+37 | 206928 | Robert Price | 08/2023 |
| 1429 | 2^687383+21803 | 206923 | Enzo Doria | 09/2023 |
| 1449 | 2^678753+21677 | 204326 | Enzo Doria | 08/2023 |
| 1452 | 5*3^427884+2^427884 | 204154 | Jon Grantham | 08/2023 |
| 1462 | 6*10^203365+53 | 203366 | Robert Price | 09/2023 |
| 1466 | (182*10^203048+1)/3 | 203050 | Robert Price | 09/2023 |
| 1498 | (13*10^200610-43)/3 | 200611 | Robert Price | 08/2023 |
| 1502 | (10^(2*100072+1)+36*10^100072-1)/9 | 200145 | Robert Price | 09/2023 |
| 1522 | fibonacci(956176)-4 | 199829 | Jon Grantham | 08/2023 |
| 1531 | 2^662194+22189 | 199341 | Enzo Doria | 09/2023 |
| 1558 | 2^656763+211373 | 197706 | Enzo Doria | 08/2023 |
| 1577 | (5^281807-2^281807)/3 | 196975 | Jon Grantham | 08/2023 |
| 1602 | fibonacci(937485)+3 | 195923 | Jon Grantham | 08/2023 |
| 1648 | 22470^44641+44641^22470 | 194260 | Norbert Schneider | 08/2023 |
| 1668 | 2^641987+39 | 193258 | Jon Grantham | 08/2023 |
| 1704 | fibonacci(916540)-2 | 191546 | Jon Grantham | 08/2023 |
| 1730 | 5*3^399402+2^399402 | 190564 | Jon Grantham | 08/2023 |
| 1751 | 2^631183+213413 | 190006 | Enzo Doria | 09/2023 |
| 1780 | 5^269399-3^269399-1 | 188302 | Jon Grantham | 08/2023 |
| 1832 | 2^621597+39 | 187120 | Jon Grantham | 08/2023 |
| 1898 | 2^612587+213413 | 184408 | Enzo Doria | 09/2023 |
| 1900 | 2^612424+212341 | 184358 | Enzo Doria | 08/2023 |
| 1948 | 5*3^383376+2^383376 | 182918 | Jon Grantham | 08/2023 |
| 1988 | 2^601722+74209 | 181137 | Enzo Doria | 08/2023 |
| 2007 | 2^599999+378461 | 180617 | Norman Luhn | 09/2023 |
| 2037 | 2^596642+39 | 179608 | Jon Grantham | 08/2023 |
| 2071 | (7^210761-5^210761)/2 | 178114 | Jon Grantham | 08/2023 |
| 2090 | fibonacci(846926)-4 | 176997 | Jon Grantham | 08/2023 |
| 2111 | fibonacci(843383)+4 | 176257 | Jon Grantham | 08/2023 |
| 2121 | (7^208283-5^208283)/2 | 176020 | Jon Grantham | 08/2023 |
| 2369 | fibonacci(792909)+3 | 165708 | Jon Grantham | 08/2023 |
| 2375 | 2^549663+212543 | 165466 | Enzo Doria | 08/2023 |
| 2419 | 2^544723+211193 | 163978 | Enzo Doria | 08/2023 |
| 2431 | fibonacci(780566)-4 | 163129 | Jon Grantham | 08/2023 |
| 2523 | 3^334409-5*2^334409 | 159554 | Jon Grantham | 08/2023 |
| 2551 | 24286^36161+36161^24286 | 158579 | Norbert Schneider | 08/2023 |
| 2556 | (7^187507-3^187507)/4 | 158462 | Jon Grantham | 08/2023 |
| 2590 | fibonacci(751442)-2 | 157042 | Jon Grantham | 08/2023 |
| 2674 | 2^512243+22703 | 154201 | Enzo Doria | 09/2023 |
| 2710 | (209246*34^99997-81)/11 | 153148 | Eric Chen | 08/2023 |
| 2740 | 2^504259+211193 | 151798 | Enzo Doria | 08/2023 |
| 2756 | 2^502055+22583 | 151134 | Enzo Doria | 09/2023 |
| 2760 | 3^316494+5*2^316494 | 151007 | Jon Grantham | 08/2023 |
| 2782 | 2^499999+15981 | 150515 | Norman Luhn | 08/2023 |
| 2805 | 9*34^97952+529 | 150013 | Eric Chen | 08/2023 |
| 3039 | 2^482386+212419 | 145213 | Enzo Doria | 08/2023 |
| 3167 | fibonacci(682007)+4 | 142531 | Jon Grantham | 08/2023 |
| 3284 | 5*3^294676+2^294676 | 140597 | Jon Grantham | 08/2023 |
| 3319 | 2^464642+22189 | 139872 | Enzo Doria | 09/2023 |
| 3466 | 2^456167+22313 | 137320 | Enzo Doria | 09/2023 |
| 3495 | fibonacci(654572)-2 | 136798 | Jon Grantham | 08/2023 |
| 3539 | 2^451971+21563 | 136057 | Enzo Doria | 08/2023 |
| 3556 | 2^450958+60529 | 135752 | Enzo Doria | 08/2023 |
| 3568 | 5*3^284077+2^284077 | 135540 | Jon Grantham | 08/2023 |
| 3602 | 2^448122+20809 | 134899 | Enzo Doria | 08/2023 |
| 3632 | 5^192321+3^192321-1 | 134427 | Jon Grantham | 08/2023 |
| 3666 | 5^191739-3^191739-1 | 134020 | Jon Grantham | 08/2023 |
| 3725 | fibonacci(636232)+4 | 132965 | Jon Grantham | 08/2023 |
| 3863 | 804*34^85220+713 | 130516 | Eric Chen | 08/2023 |
| 3881 | 2^432917+22217 | 130322 | Enzo Doria | 09/2023 |
| 3883 | 2^432768+213181 | 130277 | Enzo Doria | 09/2023 |
| 3931 | 10620^32143-10619^32143 | 129412 | Norbert Schneider | 08/2023 |
| 4027 | 2^424938+212419 | 127920 | Enzo Doria | 08/2023 |
| 4052 | fibonacci(610144)-2 | 127513 | Jon Grantham | 08/2023 |
| 4061 | (5*34^83193+700233)/11 | 127408 | Eric Chen | 08/2023 |
| 4070 | fibonacci(609165)-3 | 127308 | Jon Grantham | 08/2023 |
| 4124 | 11*23^93048+356 | 126708 | Eric Chen | 08/2023 |
| 4262 | 2^413781-2023 | 124561 | Riley Fisher | 09/2023 |
| 4293 | 2^412285+213317 | 124111 | Enzo Doria | 09/2023 |
| 4344 | 2^410342+212449 | 123526 | Enzo Doria | 08/2023 |
| 4460 | fibonacci(583574)+2 | 121960 | Jon Grantham | 08/2023 |
| 4478 | (25*34^79445-28062367)/33 | 121669 | Eric Chen | 08/2023 |
| 4570 | 2^399999+54173 | 120412 | Norman Luhn | 08/2023 |
| 4593 | 3^251841-5*2^251841 | 120159 | Jon Grantham | 08/2023 |
| 4671 | fibonacci(569433)+3 | 119005 | Jon Grantham | 08/2023 |
| 4686 | fibonacci(568658)-2 | 118843 | Jon Grantham | 08/2023 |
| 4696 | (10^118681-3^118681)/7 | 118681 | Jon Grantham | 08/2023 |
| 4739 | 2^393033+20147 | 118315 | Enzo Doria | 08/2023 |
| 4768 | (2*34^77029+1043)/11 | 117968 | Eric Chen | 08/2023 |
| 4788 | (21*23^86445-197)/22 | 117715 | Eric Chen | 08/2023 |
| 4795 | 12^109010+35 | 117642 | Riley Fisher | 08/2023 |
| 4985 | (7^136559-5^136559)/2 | 115406 | Jon Grantham | 08/2023 |
| 5009 | 2^382464+22741 | 115134 | Enzo Doria | 09/2023 |
| 5275 | 2^372314+212419 | 112078 | Enzo Doria | 08/2023 |
| 5412 | 2^367687+213413 | 110685 | Enzo Doria | 09/2023 |
| 5470 | 5*3^231464-2^231464 | 110438 | Jon Grantham | 08/2023 |
| 5483 | (239*23^81066-349)/22 | 110391 | Eric Chen | 08/2023 |
| 5498 | 12^102123-11 | 110210 | Riley Fisher | 09/2023 |
| 5904 | fibonacci(510628)+2 | 106715 | Jon Grantham | 08/2023 |
| 6243 | fibonacci(499147)-4 | 104316 | Jon Grantham | 08/2023 |
| 6247 | (7^123407-5^123407)/2 | 104291 | Jon Grantham | 08/2023 |
| 6334 | 2^344560+22411 | 103723 | Enzo Doria | 09/2023 |
| 6512 | 3^215094+5*2^215094 | 102626 | Jon Grantham | 08/2023 |
| 8248 | 2^336060+22201 | 101165 | Enzo Doria | 09/2023 |
| 8414 | 2*23^73562+215 | 100172 | Eric Chen | 08/2023 |
| 8581 | 10^100000+32110183 | 100001 | Robert Price | 09/2023 |
| 8582 | 10^100000+32401957 | 100001 | Robert Price | 09/2023 |
| 8583 | 10^100000+32301613 | 100001 | Robert Price | 09/2023 |
| 8584 | 10^100000+32784673 | 100001 | Robert Price | 09/2023 |
| 8585 | 10^100000+32896891 | 100001 | Robert Price | 09/2023 |
| 8586 | 10^100000+33279769 | 100001 | Robert Price | 09/2023 |
| 8587 | 10^100000+33648571 | 100001 | Robert Price | 09/2023 |
| 8588 | 10^100000+35157571 | 100001 | Robert Price | 09/2023 |
| 8589 | 10^100000+35226249 | 100001 | Robert Price | 09/2023 |
| 8590 | 10^100000+35282473 | 100001 | Robert Price | 09/2023 |
| 8591 | 10^100000+35948761 | 100001 | Robert Price | 09/2023 |
| 8592 | 10^100000+36443959 | 100001 | Robert Price | 09/2023 |
| 8593 | 10^100000+36497599 | 100001 | Robert Price | 09/2023 |
| 8594 | 10^100000+36558403 | 100001 | Robert Price | 09/2023 |
| 8595 | 10^100000+36812521 | 100001 | Robert Price | 09/2023 |
| 8596 | 10^100000+36858877 | 100001 | Robert Price | 09/2023 |
| 8597 | 10^100000+37230043 | 100001 | Robert Price | 09/2023 |
| 8598 | 10^100000+37449007 | 100001 | Robert Price | 09/2023 |
| 8599 | 10^100000+37329319 | 100001 | Robert Price | 09/2023 |
| 8600 | 10^100000+37677673 | 100001 | Robert Price | 09/2023 |
| 8601 | 10^100000+37696443 | 100001 | Robert Price | 09/2023 |
| 8602 | 10^100000+37782939 | 100001 | Robert Price | 09/2023 |
| 8603 | 10^100000+37952341 | 100001 | Robert Price | 09/2023 |
| 8604 | 10^100000+37954359 | 100001 | Robert Price | 09/2023 |
| 8605 | 10^100000+37962607 | 100001 | Robert Price | 09/2023 |
| 8606 | 10^100000+38385177 | 100001 | Robert Price | 09/2023 |
| 8607 | 10^100000+38497629 | 100001 | Robert Price | 09/2023 |
| 8608 | 10^100000+38506677 | 100001 | Robert Price | 09/2023 |
| 8609 | 10^100000+38707363 | 100001 | Robert Price | 09/2023 |
| 8610 | 10^100000+38769241 | 100001 | Robert Price | 09/2023 |
| 8611 | 10^100000+38974447 | 100001 | Robert Price | 09/2023 |
| 8612 | 10^100000+39124453 | 100001 | Robert Price | 09/2023 |
| 8613 | 10^100000+39127687 | 100001 | Robert Price | 09/2023 |
| 8614 | 10^100000+39197317 | 100001 | Robert Price | 09/2023 |
| 8615 | 10^100000+39465897 | 100001 | Robert Price | 09/2023 |
| 8616 | 10^100000+40588669 | 100001 | Robert Price | 09/2023 |
| 8617 | 10^100000+40944997 | 100001 | Robert Price | 09/2023 |
| 8618 | 10^100000+40948201 | 100001 | Robert Price | 09/2023 |
| 8619 | 10^100000+41456151 | 100001 | Robert Price | 09/2023 |
| 8620 | 10^100000+41492707 | 100001 | Robert Price | 09/2023 |
| 8621 | 10^100000+41653389 | 100001 | Robert Price | 09/2023 |
| 8622 | 10^100000+41853379 | 100001 | Robert Price | 09/2023 |
| 8623 | 10^100000+41983459 | 100001 | Robert Price | 09/2023 |
| 8624 | 10^100000+42043387 | 100001 | Robert Price | 09/2023 |
| 8625 | 10^100000+42048453 | 100001 | Robert Price | 09/2023 |
| 8626 | 10^100000+42336543 | 100001 | Robert Price | 09/2023 |
| 8627 | 10^100000+42394797 | 100001 | Robert Price | 09/2023 |
| 8628 | 10^100000+42880261 | 100001 | Robert Price | 09/2023 |
| 8629 | 10^100000+42906303 | 100001 | Robert Price | 09/2023 |
| 8630 | 10^100000+43061901 | 100001 | Robert Price | 09/2023 |
| 8631 | 10^100000+43089789 | 100001 | Robert Price | 09/2023 |
| 8632 | 10^100000+43418013 | 100001 | Robert Price | 09/2023 |
| 8633 | 10^100000+43813831 | 100001 | Robert Price | 09/2023 |
| 8634 | 10^100000+43950739 | 100001 | Robert Price | 09/2023 |
| 8635 | 10^100000+44108359 | 100001 | Robert Price | 09/2023 |
| 8636 | 10^100000+44183733 | 100001 | Robert Price | 09/2023 |
| 8637 | 10^100000+45126303 | 100001 | Robert Price | 09/2023 |
| 8638 | 10^100000+45218437 | 100001 | Robert Price | 09/2023 |
| 8639 | 10^100000+45241837 | 100001 | Robert Price | 09/2023 |
| 8640 | 10^100000+45665701 | 100001 | Robert Price | 09/2023 |
| 8748 | 7947^25618-25618^7947 | 99916 | Norbert Schneider | 08/2023 |
| 8830 | 2^329843+211343 | 99293 | Enzo Doria | 08/2023 |
| 9145 | 2^323521+213317 | 97390 | Enzo Doria | 09/2023 |
| 9204 | 2^322286+212659 | 97018 | Enzo Doria | 09/2023 |
| 9246 | 2^321419+22703 | 96757 | Enzo Doria | 09/2023 |
| 9344 | 2^319711+213413 | 96243 | Enzo Doria | 09/2023 |
| 9429 | 2^318203+211343 | 95789 | Enzo Doria | 08/2023 |
| 9579 | 2^315420+3493 | 94951 | Riley Fisher | 08/2023 |
| 9592 | fibonacci(453998)+2 | 94880 | Jon Grantham | 08/2023 |
| 9612 | 2^314751+221873 | 94750 | Enzo Doria | 09/2023 |
| 9804 | 5*3^195914-2^195914 | 93476 | Jon Grantham | 08/2023 |
| 9812 | fibonacci(446949)+3 | 93407 | Jon Grantham | 08/2023 |
| 9829 | 2^310006+213499 | 93322 | Enzo Doria | 09/2023 |
| 9845 | 2^309598+21529 | 93199 | Enzo Doria | 08/2023 |
| 9880 | 14774^22291-22291^14774 | 92943 | Norbert Schneider | 08/2023 |
| 9886 | (19*23^68219-1867)/22 | 92896 | Eric Chen | 08/2023 |
| 9943 | fibonacci(442372)-2 | 92450 | Jon Grantham | 08/2023 |
| 10215 | 2^302294+212479 | 91000 | Enzo Doria | 08/2023 |
| 10249 | 306*23^66771+11 | 90927 | Eric Chen | 08/2023 |
| 10278 | 2^301718+60529 | 90827 | Enzo Doria | 08/2023 |
| 10396 | 3^189715+5*2^189715 | 90518 | Jon Grantham | 08/2023 |
| 10463 | 2^300043+212933 | 90322 | Enzo Doria | 09/2023 |
| 10473 | 2^299999+14093 | 90309 | Norman Luhn | 08/2023 |
| 11041 | 2^291770-9941 | 87832 | Riley Fisher | 08/2023 |
| 11103 | 2^290623+211373 | 87487 | Enzo Doria | 08/2023 |
| 11175 | 2^289023+212543 | 87005 | Enzo Doria | 08/2023 |
| 11502 | (125*23^62341-213)/22 | 84893 | Eric Chen | 08/2023 |
| 11565 | (7^100019-5^100019)/2 | 84526 | Jon Grantham | 08/2023 |
| 11714 | (120413*23^61532-7)/22 | 83794 | Eric Chen | 08/2023 |
| 11820 | 256*23^61137+5 | 83255 | Eric Chen | 08/2023 |
| 12005 | fibonacci(393353)+4 | 82206 | Jon Grantham | 08/2023 |
| 12033 | 2^272611+22553 | 82065 | Enzo Doria | 09/2023 |
| 12055 | 2^272065+21587 | 81900 | Enzo Doria | 08/2023 |
| 12100 | fibonacci(390369)+3 | 81582 | Jon Grantham | 08/2023 |
| 12565 | 5*3^165862-2^165862 | 79137 | Jon Grantham | 08/2023 |
| 12952 | fibonacci(370181)-4 | 77363 | Jon Grantham | 08/2023 |
| 12995 | 2^256197+213467 | 77123 | Enzo Doria | 09/2023 |
| 13009 | 3^161417-5*2^161417 | 77016 | Jon Grantham | 08/2023 |
| 13176 | 16465^18078-18078^16465 | 76228 | Norbert Schneider | 08/2023 |
| 13202 | 17142^17971-17971^17142 | 76091 | Norbert Schneider | 08/2023 |
| 13215 | 17127^17962-17962^17127 | 76046 | Norbert Schneider | 08/2023 |
| 13337 | 15033^18058-18058^15033 | 75430 | Norbert Schneider | 08/2023 |
| 13369 | 14204^18127-18127^14204 | 75271 | Norbert Schneider | 08/2023 |
| 13465 | 14499^17974-17974^14499 | 74796 | Norbert Schneider | 08/2023 |
| 13496 | 2^248091+22193 | 74683 | Enzo Doria | 09/2023 |
| 13605 | 13692^17933-17933^13692 | 74180 | Norbert Schneider | 08/2023 |
| 13617 | 2^246214+213289 | 74118 | Enzo Doria | 09/2023 |
| 13638 | Numerator(PiConvergent(143753)) | 74021 | Hans Havermann | 09/2023 |
| 13706 | 12470^17989-17989^12470 | 73681 | Norbert Schneider | 08/2023 |
| 13739 | 2^244246+213289 | 73526 | Enzo Doria | 09/2023 |
| 13764 | fibonacci(351089)+4 | 73373 | Jon Grantham | 08/2023 |
| 13825 | 11682^17951-17951^11682 | 73017 | Norbert Schneider | 08/2023 |
| 13840 | 24435*31^48936+428 | 72986 | Eric Chen | 08/2023 |
| 13849 | 2^242344+212341 | 72953 | Enzo Doria | 08/2023 |
| 13850 | 5*31^48914+874862 | 72950 | Eric Chen | 08/2023 |
| 14251 | (327*23^52169-19)/22 | 71042 | Eric Chen | 08/2023 |
| 14577 | 2^231213+21197 | 69603 | Enzo Doria | 08/2023 |
| 14578 | 6937^18120-18120^6937 | 69603 | Norbert Schneider | 08/2023 |
| 14707 | 6128^18203-18203^6128 | 68941 | Norbert Schneider | 08/2023 |
| 14754 | 2^228493+212597 | 68784 | Enzo Doria | 09/2023 |
| 14776 | 6200^18119-18119^6200 | 68715 | Norbert Schneider | 08/2023 |
| 14882 | 5819^18144-18144^5819 | 68310 | Norbert Schneider | 08/2023 |
| 14977 | 3^142446+5*2^142446 | 67965 | Jon Grantham | 08/2023 |
| 15110 | 5740^17931-17931^5740 | 67402 | Norbert Schneider | 08/2023 |
| 15148 | 2^223283+4761 | 67215 | Riley Fisher | 09/2023 |
| 15167 | 5042^18137-18137^5042 | 67155 | Norbert Schneider | 08/2023 |
| 15184 | 2^222737+21167 | 67051 | Enzo Doria | 08/2023 |
| 15194 | 893*31^44938+20 | 67022 | Eric Chen | 08/2023 |
| 15237 | (39377*31^44823-1)/2 | 66852 | Eric Chen | 08/2023 |
| 15443 | 335*31^44343+2 | 66134 | Eric Chen | 08/2023 |
| 15563 | 2^218210+21529 | 65688 | Enzo Doria | 08/2023 |
| 15594 | 2^217932-2397 | 65605 | Riley Fisher | 08/2023 |
| 15659 | 2^217206+212479 | 65386 | Enzo Doria | 08/2023 |
| 15673 | 2^217007+212633 | 65326 | Enzo Doria | 09/2023 |
| 15710 | fibonacci(311985)+3 | 65201 | Jon Grantham | 08/2023 |
| 15980 | fibonacci(307455)+3 | 64254 | Jon Grantham | 08/2023 |
| 16096 | 2^212215+13583 | 63884 | Enzo Doria | 09/2023 |
| 16138 | 3605^17918-17918^3605 | 63733 | Norbert Schneider | 08/2023 |
| 16141 | 404*31^42727+13095 | 63725 | Eric Chen | 08/2023 |
| 16178 | 2^211245+21197 | 63592 | Enzo Doria | 08/2023 |
| 16544 | 2^206609+213107 | 62196 | Enzo Doria | 09/2023 |
| 16581 | 2^206298+22669 | 62102 | Enzo Doria | 09/2023 |
| 16612 | 2787^17986-17986^2787 | 61965 | Norbert Schneider | 08/2023 |
| 16622 | 2^205747+22133 | 61937 | Enzo Doria | 09/2023 |
| 16668 | (2^210937+1)/lcm(2^5701+1,2^37+1) | 61772 | Michael Porter | 09/2023 |
| 16922 | fibonacci(291590)-4 | 60939 | Jon Grantham | 08/2023 |
| 16949 | 2^202071+212543 | 60830 | Enzo Doria | 08/2023 |
| 16997 | 2363^17978-17978^2363 | 60649 | Norbert Schneider | 08/2023 |
| 17904 | 2^199999+28923 | 60206 | Norman Luhn | 08/2023 |
| 18088 | 3^126040-5*2^126040 | 60137 | Jon Grantham | 08/2023 |
| 18123 | 916*31^40314+165 | 60126 | Eric Chen | 08/2023 |
| 18760 | 2^198840+5685 | 59857 | Riley Fisher | 09/2023 |
| 18798 | 2*(14279^14375-14375^14279)+1 | 59725 | Norbert Schneider | 08/2023 |
| 18902 | 3^124328+5*2^124328 | 59320 | Jon Grantham | 08/2023 |
| 18943 | 2^196474+2293 | 59145 | Riley Fisher | 08/2023 |
| 19062 | Denominator(PiConvergent(114199)) | 58720 | Hans Havermann | 09/2023 |
| 19134 | 1773^17998-17998^1773 | 58471 | Norbert Schneider | 08/2023 |
| 19184 | 2^193770+5685 | 58331 | Riley Fisher | 09/2023 |
| 19343 | (31^38706-11)/10 | 57724 | Eric Chen | 08/2023 |
| 19402 | 2^191118+21115 | 57533 | Enzo Doria | 08/2023 |
| 19550 | (2^223027+1)/(17396107*lcm(2^31861+1,2^1477+1,2^1057+1)) | 56888 | Michael Porter | 09/2023 |
| 19552 | 1460^17977-17977^1460 | 56886 | Norbert Schneider | 08/2023 |
| 20371 | 800*31^36510+24249 | 54453 | Eric Chen | 08/2023 |
| 20614 | 2^178174+60529 | 53636 | Enzo Doria | 08/2023 |
| 20664 | 2^177525+5705 | 53441 | Riley Fisher | 09/2023 |
| 22405 | 2^175088+21811 | 52707 | Enzo Doria | 09/2023 |
| 23078 | 849^17954-17954^849 | 52586 | Norbert Schneider | 08/2023 |
| 24244 | (2^218125+1)/lcm(2^43625+1,2^625+1) | 52380 | Michael Porter | 09/2023 |
| 28201 | (2^174628+1)/lcm(2^1172+1,2^596+1) | 52038 | Michael Porter | 08/2023 |
| 30567 | (2^200879+1)/(2812307*lcm(2^28697+1,2^7+1)) | 51824 | Michael Porter | 08/2023 |
| 34705 | fibonacci(246196)-4 | 51452 | Jon Grantham | 08/2023 |
| 46220 | 2^167235+8363 | 50343 | Riley Fisher | 08/2023 |